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what is the speed of beta particle
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it depends on how much kinetic energy has it.
That having been said. \[E = m _{0}c ^{2}/ \sqrt{1-\left( v/c \right)2}=m _{0}c ^{2}+KE\] if the KE is equal to the rest mass of the beta particle for example ie KE =0.511 MEV, doing the math one finds that the velocity is 0.866c where c is the velocity of light (300,000,000 m/sec).
Less than the speed of light, but highly variable depending on the energy. A hot beta can be going at 90% of the speed of light.
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